351 research outputs found
The effective conductivity of a periodic lattice of circular inclusions
Full text linkWe determine the effective conductivity of a two-dimensional composite
consisting of a doubly periodic array of identical circular cylinders within a
homogeneous matrix. We obtain an exact analytic expression for the effective
conductivity tensor as well as its expansion in terms of volume fraction of the
cylinders. Results are illustrated by examples.Comment: 21 pages, 5 figure
Problem of coupled thermoelasticity for a half-layer with a tunnel cavity: An antisymmetric case
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Influence of filler stiffness on the thermoplastic stress state of cylindrical sandwich shells
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Certain problems in developing a theory and design methods for anisotropic shells and plates with finite stiffness in shear. A survey
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